1. **State the problem:** Ms. Tanaka saved 72 on a table that was marked 16% off. We need to find the original price $t$ of the table. 2. **Write the equation:** The savings is 16% of the original price, so we write: $$0.16t = 72$$ 3. **Solve for $t$:** To find $t$, divide both sides of the equation by 0.16: $$t = \frac{72}{0.16}$$ 4. **Show the division with cancellation:** $$t = \frac{72}{\cancel{0.16}} \times \frac{1}{\cancel{1}}$$ 5. **Calculate the value:** $$t = 450$$ 6. **Interpretation:** The original price of the table was 450. This means Ms. Tanaka bought a table originally priced at 450 and saved 72 due to the 16% discount.